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文章摘要
多谐波源系统耦合因子研究
The study of coupling index in multiple harmonic sources system
Received:July 30, 2015  Revised:November 23, 2015
DOI:
中文关键词: 集中式多谐波源系统  分布式多谐波源系统  耦合因子  偏最小二乘法  MATLAB
英文关键词: concentrated  system, distributed  system, coupling  index, PLS, MATLAB
基金项目:国家自然科学基金项目 (51207088) ;上海市自然科学基金(12ZR1412100);上海市地方能力建设项目(14110500900)
Author NameAffiliationE-mail
jiangyouhua Shanghai University of Electric Power jyhua0306@sina.com 
wanglin* Shanghai University of Electric Power wanglynn3@163.com 
wangrunchao Shanghai University of Electric Power  
chenjiangwei Shanghai University of Electric Power  
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中文摘要:
      在多谐波源的电力系统中,谐波源之间相互影响、相互干扰,研究谐波源之间的耦合机理及其权重计算对谐波源责任区分及谐波解耦有重要意义。将多谐波源系统分为集中式多谐波源系统和分布式多谐波源系统来讨论。对于集中式多谐波源系统,在高次谐波频率下,提出基于戴维南等效电路的多谐波源电力系统模型,并给出诺顿等效电路,然后利用偏最小二乘法估算耦合因子大小。对于分布式多谐波源系统,同样建立模型,估算谐波源互阻抗,给出耦合因子大小。最后,集中式多谐波源系统以5谐波源系统为例,建立了MATLAB仿真模型,计算耦合权重;分布式多谐波源系统以IEEE 13节点为仿真模型,给出耦合因子大小。
英文摘要:
      In the power system with multiple harmonic sources, there is interaction and influence between harmonic sources. The study of coupling mechanism and the calculation of coupling weight is very important in harmonic responsibility and harmonic decoupling. The multiple harmonic sources system is divided into concentrated and distributed system. For concentrated system, at high frequency, Thevenin equivalent circuit is proposed, and Norton equivalent circuit is given too. Then, Partial Least Squares(PLS) is used to estimate coupling index. For distributed system, estimate mutual impedance and provide coupling index. Finally, the MATLAB model is built in concentrated system with 5 harmonic sources; the distributed system utilize IEEE 13 bus system as simulation model to calculate coupling weight.
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